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add new AFM papers to paper list (#670)
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lean.bib

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@@ -65,8 +65,6 @@ @InProceedings{ AngdinataXu23
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tags = {formalization, lean3}
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}
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# To normalize:
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# bibtool --preserve.key.case=on --preserve.keys=on --pass.comments=on --print.use.tab=off -s -i lean.bib -o lean.bib
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@InProceedings{ Asgeirsson24,
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author = {Asgeirsson, Dagur},
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title = {{Towards Solid Abelian Groups: A Formal Proof of
@@ -257,6 +255,28 @@ @InProceedings{ BasoldBruinLawson24
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tags = {formalization, lean4}
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}
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@Article{ BBRBvY25,
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title = {A complete formalization of Fermat's Last Theorem for
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regular primes in Lean},
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author = {Riccardo Brasca and Christopher Birkbeck and Eric
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Rodriguez Boidi and Alex Best and Ruben van De Velde and
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Andrew Yang},
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url = {https://afm.episciences.org/14586},
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doi = {10.46298/afm.14586},
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journal = {Annals of Formalized Mathematics},
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volume = {Volume 1},
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eid = 4,
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year = {2025},
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month = {Jul},
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keywords = {Lean, Mathlib, Kummer's lemma, [MATH.MATH-NT]Mathematics
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[math]/Number Theory [math.NT], [INFO.INFO-LO]Computer
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Science [cs]/Logic in Computer Science [cs.LO],
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[INFO.INFO-FL]Computer Science [cs]/Formal Languages and
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Automata Theory [cs.FL]},
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language = {English},
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tags = {formalization, lean4}
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}
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@Booklet{ Best2021,
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author = {Alexander Best},
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title = {Automatically Generalizing Theorems Using Typeclasses},
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tags = {formalization, lean3}
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}
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@Article{ LS25,
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title = {Formalizing zeta and {L}-functions in Lean},
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author = {David Loeffler and Michael Stoll},
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url = {https://afm.episciences.org/15328},
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doi = {10.46298/afm.15328},
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journal = {Annals of Formalized Mathematics},
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volume = {Volume 1},
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eid = 2,
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year = {2025},
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month = {Jul},
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keywords = {Number Theory, Formal Languages and Automata Theory, Logic
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in Computer Science},
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tags = {formalization, lean4}
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}
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@Article{ Madelaine19,
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author = {Paul{-}Nicolas Madelaine},
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title = {Arithmetic and Casting in Lean},
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bibsource = {dblp computer science bibliography, https://dblp.org}
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}
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@Article{ Merc25,
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title = {Formalising the local compactness of the adele ring},
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author = {Salvatore Mercuri},
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url = {https://afm.episciences.org/14840},
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doi = {10.46298/afm.14840},
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journal = {Annals of Formalized Mathematics},
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volume = {Volume 1},
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eid = 5,
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year = {2025},
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month = {Jul},
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keywords = {Logic in Computer Science, Number Theory},
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tags = {formalization, lean4}
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}
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@InProceedings{ Nash23,
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author = {Nash, Oliver},
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title = {{A Formalisation of Gallagher’s Ergodic Theorem}},
@@ -1441,6 +1490,25 @@ @Article{ PorncharoenwasePombrioTorlak2023
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tags = {formalization, lean4}
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}
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@Article{ Riou25,
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title = {Formalization of derived categories in {L}ean/mathlib},
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author = {Joël Riou},
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url = {https://afm.episciences.org/13609},
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doi = {10.46298/afm.13609},
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journal = {Annals of Formalized Mathematics},
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volume = {Volume 1},
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eid = 1,
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year = {2025},
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month = {Jul},
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keywords = {Derived category, Homological algebra, Spectral sequence,
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MSC 2020: 18G80, 18G15, 18G40, 18E35, 68V20,
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[MATH.MATH-CT]Mathematics [math]/Category Theory [math.CT],
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[INFO.INFO-LO]Computer Science [cs]/Logic in Computer
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Science [cs.LO]},
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language = {English},
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tags = {formalization, lean4}
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}
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@Article{ SelsamDeMoura16,
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author = {Daniel Selsam and Leonardo {de Moura}},
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title = {Congruence Closure in Intensional Type Theory},

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